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Cervical Mucus and Probability of Conception: Results from an Italian Study, Diapositivas de Medicina

A study conducted by Bruno Scarpa at the University of Pavia that investigates the relationship between cervical mucus characteristics on the day of intercourse and the probability of conception. The study analyzes data from a large prospective Italian study using the Ovulation Method to provide estimates of the probabilities of conception according to type of cervical mucus. The document also explores statistical methods for selection of predictors of day-specific conception probabilities when data on ovulation timing are not available.

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International Institute
International Institute for Restorative Reproductive Medicine
for Restorative Reproductive Medicine
July
July 18, 2006
18, 2006
Bruno Scarpa
University of Pavia
Cervical mucus quality and
the probability of conception:
results from an Italian study
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International InstituteInternational Institute

for Restorative Reproductive Medicinefor Restorative Reproductive Medicine^ JulyJuly

18, 200618, 2006 Bruno Scarpa

University of Pavia

Cervical mucus quality andthe probability of conception:results from an Italian study

Summary  To discuss statistical evidence of the effect of cervical mucuson the probability of conception  To provide estimates of the probabilities of conceptionaccording to type of cervical mucus classified by the womanon the day of intercourse  To explore statistical methods for selection of predictors ofday-specific conception probabilities when data on ovulationtiming are not available

Primary purpose of the study

^ Predicting the fertile phase in a woman’s menstrual cycle using cervical mucussymptom (CMS). ^ The knowledge of the characteristics of this marker and his relationship withintercourse behaviour allow to identify levels of daily fecundability. ^ Previous studies relating mucus information to fecundability (World HealthOrganization 1983) were limited by underreporting of intercourse (Trusselland Grummer-Strawn 1990) ^ Other studies collecting detailed information on the timing of intercourserelative to a marker of ovulation, or did not collect any information on mucus(Barrett and Marshall 1969, Wilcox et al. 1995) or do not have large enoughsample sizes for detailed analysis (Stanford, Smith and Dunson 2003), or weremissing mucus data early and late in the cycle (Colombo and Masarotto

^ There was a clear need for the establishment of a new more reliable data base

Target population - sample

^ Prospective cohort study approved by the Institutional Review Board ofFondazione Lanza (Padua, Italy) ^ Co-ordination of the study was made in the Department of Statistical Sciences ofthe University of Padua (prof. Bernardo Colombo) ^ The study entry criteria for the subjects were:^ 

the woman was experienced in the use of the

Billings Ovulation Method

^ the woman was married or in a stable relationship; ^ the woman was between 18th and 40th birthday at admission; ^ the woman had at least one menses after cessation of breastfeeding or after delivery(or miscarriage); ^ the woman was not taking hormonal medication or drugs affecting fertility ^ Neither partner could be permanently infertile and both had to be free from any illnessthat might cause sub-fertility. ^ It was strictly required that couples did not have the habit of mixing unprotected withprotected intercourse. Women were excluded if any one of these criteria was not fulfilled.

Billings method

^ mucus peak

: “The last day of the cycle during which at least one characteristics of high fertility in mucus type has been observed or felt, considering characteristicsof high fertility a wet sensation and/or the observation of slippery, transparent,liquid or watery mucus, or of blood trails.Moreover, this day must be preceded by an adequate growth in sensation andappearance of mucus characteristics, which should also show afterwards a clearchange to the less fertile”  Ovulation is expected within two days after the peak: this can then be used as areference for the determination of the end of the fertile phase.  When in a cycle no peak is detected, it is not possible to judge if and whenovulation did occur and, therefore, to identify a

postovulatory infertile phase

^ Co-operation of 4 Italian centres providing services on the Billings ovulationmethod

CityMilanSaluzzoParma Rome

Mrs. Elena Giacchi, MD

Centro Studi e Ricerche Regolazione Naturale della Fertilità

Sr. Erika Bucher

Associazione Metodo Billings Emilia-Romagna, AMBER

Mrs. Lorella Miretti, RN

Centro Piemontese Metodo Billings, CEPIMB

Mrs. Medua Boioni

Centro Lombardo Metodo Billings-CLOMB

Principal investigator

Centre

^ During the years 1993-97 were recruited 193 women ^ A few subjects had kept long series of past own observations. So long as itsatisfied all the criteria of the programmed protocol, also this little piece ofinformation was utilized in the construction of the data base.

Target population - sample

^ A

menstrual cycle

was defined as the interval from the beginning of one

period of vaginal bleeding until the commencement of the next.  Day 1 of the menstrual cycle was defined by the first day of fresh redbleeding, excluding any previous days with spotting.  A^ pregnancy

was assumed in the presence of amenorrhoea continuing at 60

days from the onset of the last menses, or when, before that term, amiscarriage was clinically detected.  Cycles were excluded from the analysis as non-informative if there were noreported intercourse acts, excluding days with menstrual bleeding or if therewere no mucus recorded on the day of intercourse acts.Out of 2755 cycles of data with 177 conceptions, 2536 cycles from 191women remained, including 161 conception cycles.  We had complete mucus records across the cycle.

Target population - sample

Mucus classification

^ Mucus has been coded by women and

instructors in 5 classes (we collapsed

4 and 5 in a unique class because of the similarity and the small number) Code^

Sensation

Appearance

0

No information

No information

1

No sensation or dry sensation

No mucus nor anyinsubstantial loss

2

No longer dry sensation

No substantial discharge, nor any

noticeable mucus

3

Damp sensation

Thick, creamy, whitish, yellowish

sticky, stringy mucus

4

Wet, liquid sensation

5

Wet-slippery sensation

Clear, stringy (or stretchy), fluid,watery mucus, blood trails

*If during a day there are different observations of the mucus symptom, the codingis determined by the most fertile type

Wet sensation 4

Descriptive statistics

^ Most fertile type mucus (code=4) was recorded for six days on average, avalue corresponding to the width of the fertile interval reported by Wilcox etal. (1995) and Dunson et al. (1999). ^ The number of days with most fertile type mucus varied considerably fordifferent women, as did the frequency of occurrence of the other mucussub-types.

This high variability may partly reflect differences in the

Descriptive statistics of the number of days with each type of mucusduration of the fertile interval.

Code

Mean

Median

Interquartile Range

DeviationStandard

Mucus type and day of the cycle

^ The picture shows for each day the number of cycles observed in the datasetwith each type of mucus ^ The probability of observing a particular mucus type depends strongly onthe day of the cycle

III. Mucus and peak day as ovulation marker

^ Schwartz model in relation with each type of daily observed mucus.^ 

Pf,j

is the probability of fertilization in cycle

j^ of a fertilizable ovule.

^ M

=(M0ij

, M2, M3ijij

, M4,)ijij

T^ is the vector of dummy variables which indicates the presence of

different mucus codes (

0,2,3,4,

and^1

is the reference code) for a specific day

i^ within a cycle

j.

^ We assumed for the fertilization probability

a logit relation

^

is the effect on the probability of fertilization depending on the specific position of day

i

^

( h^ = 0, 2, 3, 4

) is the effect on the probability of fertilization in the logit

scale due to the presence of mucus of code

h.

^ The parameters estimation can be obtained through standard maximum likelihoodprocedures.

(^ )^

ij

Mii

β δ +

logit

δ^ i

(^

)

(^

) 

^ 

=^

∏^

i

X ij i

jf j

ij

M

k

Pk

P

βδ

exp 1

,

(^

) (^43) ,,,^ β β β β (^20) β^ =

α^ i

III. Estimates δ 8 −

δ^1

δ^7 −

δ^2

δ^6 −

δ^3

δ^5 − δ^4 −

β^0

δ^3 −

β^2

δ^2 −

β^3

δ^1 −

β^4

Parameter^ δ^0

Estimate

Lower – Upper90% Interval

Parameter

Estimate

Lower – Upper90% Interval

-26.

(-∞, -4.975)

-2.^

(-4.625,-1.228)

-4.^

(-6.604, -3.434)

-2.^

(-4.676, -1.426)

-3.^

(-5.077, -2.574)

-4.^

(-5.568, -2.790)

-4.^

(-5.808, -2.571)

k^

(0.378, 1)

-1.^

(-3.318, -0.343)

(-1.014, 3.571)

-1.^

(-3.537, 0.927)

(0.468, 3.223)

-2.^

(-4.496, -0.731)

(0.892, 3.080)

-1.^

(-3.729, 0.507)

(0.228, 2.976)

0.^

(-2.797, +

∞)

{^ }^ βexp h

^ No information to distinguish female factors, suchas cycle viability, from male factors ^ No way to reliably interpret

w^ &

p as separate k^

biological parameters from the data  Difficult to separately estimate

w^ and

max

pk k^

  • relies

on occurrence of multiple intercourse acts  Bottom line

: over-parameterized & unstable

Problems with Schwartz Model model, even without predictors & heterogeneity

Hierarchical Model

Pr(

Pr( Y

=1 | ij

ξ,^ X i

,^ U ij

) = 1 - ij

∏ k^

(1 - p

Xijk ) ijk

p = 1 - exp{- ijk^

ξexp( i^

u ββββ ijk

f (ξ) = G( i

p = ijk^

day-specific probability in cycle

i,j^ on day

k

ξ=i^

fecundability multiplier for couple

i

Generalization of Barrett and Marshall model

An alternative model: Dunson and Stanford (2005)

Conception in a cycle with^ X pattern of intercourse ij^ and

U expl. variables ij^